R. Kimmich et al., MAGNETIZATION-GRID ROTATING-FRAME IMAGING TECHNIQUE FOR DIFFUSION ANDFLOW MEASUREMENTS, Journal of magnetic resonance. Series A, 112(1), 1995, pp. 7-12
A method for NMR imaging of magnetization patterns generated by a prep
aration radiofrequency pulse is reported. The technique is suitable fo
r the simultaneous spatially and spectroscopically resolved acquisitio
n of diffusion, flow, and spin-lattice relaxation data. The procedure
is based on gradients of the RF amplitude B-1. A first preparation RF
pulse produces a z-magnetization grid. After a certain evolution inter
val, the grid is imaged by a rotating-frame imaging technique using th
e same RF coil. Neither rotary nor Hahn echoes are intrinsic to the me
thod. Transverse relaxation in the free-evolution intervals is irrelev
ant. High-power transmitters in combination with suitable probeheads n
ormally produce RF pulses which are short relative to transverse relax
ation in the presence of RF, so that spin-lattice relaxation is the on
ly time-limiting factor. Gradients of the main magnetic field induced
by variations of the magnetic susceptibility are uncritical. The propo
sed ''real-space detection'' method is compared with stimulated or rot
ary-echo ''wave number encoding'' procedures for diffusion experiments
. It is shown that the imaging procedure presented not only makes visi
ble the spatial (apart from the spectral) distribution of transport pr
operties which otherwise are concealed in the wave-number encoded sign
al, but also renders the measuring procedure insensitive to inhomogene
ities of the B, gradient, which needs neither to be constant nor to be
uniformly oriented. Extremely inhomogeneous B, gradient distributions
should even make single-scan diffusion experiments feasible. The magn
etization-grid rotating-frame imaging procedure can be employed for th
e two-dimensional measurement and representation of the probability P(
z(1), O/z(2), t) that a particle is at a position z(1) at a time 0 and
at a position z(2) at a time t. (C) 1995 Academic Press, Inc.